Answer
Graph of $y=4x-2$.
Work Step by Step
To graph the given equation, substitute values of $x$ and then solve for $y$.
Choosing and substituting $x=0$, the value of $y$ in the given equation is
$$\begin{aligned}
y&=4(0)-2
\\&=
0-2
\\&=
-2
.\end{aligned}
$$Hence, $(0,-2)$ is a point on the line defined by the given equation.
Choosing and substituting $x=1$, the value of $y$ in the given equation is
$$\begin{aligned}
y&=4(1)-2
\\&=
4-2
\\&=
2
.\end{aligned}
$$Hence, $(1,2)$ is a point on the line defined by the given equation.
Connecting the points $
(0,-2)
$ and $
(1,2)
$ gives the graph of the given equation.
